Bannikova Yelena Yuriyevna
General data:
Born: 01.09.1974
Place of birth: Lipetsk city, Lipetsk region, Russian SSR
Studied in: V. N. Karazin Kharkiv National University (1996);
Key interests: decameter radio astronomy. PhD Thesis: Evolutionary models and the fine structure of vortices and jets of space radio sources (2006 Kharkiv Karazin National University);
Biography:
She was born on September 1, 1974 in the Lipetsk city of Lipetsk region of the Russian SSR.
In 1996 she graduated from V. N. Karazin Kharkiv National University.
In 2006 she defended at V. N. Karazin Kharkiv National University her Ph. D. dissertation "Evolutionary models and fine structure of vortices and jets of space radio sources" in the specialty "Astrophysics, radio astronomy".
She is an associate professor of astronomy at the Faculty of Physics of V. N. Karazin Kharkiv National University. Teaches courses: celestial mechanics, introduction to cosmology.
She is a researcher at the Institute of Radio Astronomy of the National Academy of Sciences of Ukraine.
In 2006 she became a Laureate of the regional competition "The best young scientist of Kharkiv region - 2006", a scholarship holder of the President of Ukraine.
During 2009-2010 she was the research supervisor of the grant of the National Academy of Sciences of Ukraine for young scientists "Interaction of supernova remnants with molecular clouds".
It is a member of the European Astronomical Union.
Main publications:
1. Bannikova E.Yu., Kontorovich V.M., Poslavsky S.A. Collapse and backward motion of axisymmetric toroidal vortices in an accretion flow. JETF 2013. V. 117, No. 2, P. 378-384.
2. Bannikova E.Yu., Karnaushenko A.V., Kontorovich V.M., Shulga V.M. A new exact solution of Kompaneets equation for a shock front. Astronomy Reports. 2012, V.56, P.496-503.
3. Bannikova E.Yu., Vakulik V.G., Shulga V.M. N-body simulation of a clumpy torus: application to active galactic nuclei. Mon. Not. Royal Astron. Society, 2012, V.424, P. 820-829.
4. Bannikova E.Yu., Vakulik V.G., Shulga V.M. Gravitational potential of a homogeneous circular torus: a new approach // MNRAS, 2011, 411, 557-564.
Sources:
1 vk.com
2 physics.karazin.ua/ua/
3 ru.astron.kharkov.ua
4 physics.karazin.ua/ru/
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